Steps for Hypothesis testing. Step1)State null and Alternative Hypothesis. Step2) Apply p-value and Classical(Traditional) Approach Classical Approach: CV vs Test Statistic p-value Approach: p-value vs Alpha (Level of Significance) Step3) State conclusion. Claim is Alternative Hypothesis: Reject Null Hypothesis: There is sufficient evidence to conclude that Do not reject Null Hypothesis: There is insufficient evidence to conclude that Claim is Null Hypothesis: Reject Null Hypothesis: There is sufficient evidence to reject that Do not reject Null Hypothesis: There is insufficient evidence to reject that
Steps for Hypothesis testing. Step1)State null and Alternative Hypothesis. Step2) Apply p-value and Classical(Traditional) Approach Classical Approach: CV vs Test Statistic p-value Approach: p-value vs Alpha (Level of Significance) Step3) State conclusion. Claim is Alternative Hypothesis: Reject Null Hypothesis: There is sufficient evidence to conclude that Do not reject Null Hypothesis: There is insufficient evidence to conclude that Claim is Null Hypothesis: Reject Null Hypothesis: There is sufficient evidence to reject that Do not reject Null Hypothesis: There is insufficient evidence to reject that
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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A scientist claims that only 67% of geese in his area fly south for the winter. He tags 70 random geese in the summer and finds that 20 of them do not fly south in the winter. If α= 0.05, is the scientist's belief warranted? Test by using confidence interval.
Round confidence interval to nearest thousandth.
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